library(tidyverse)
library(dbplyr)
library(dplyr)
# Read in seperate databases
stock_database_1980_1996<-read.csv("ibes_from_1980_1996_20_consecutive_months_nasdaq.csv",header=TRUE)
stock_database_1997_2018<-read.csv("ibes_from_1997_2018_20_consecutive_months_nasdaq.csv",header=TRUE)
# Adding the new statistics that we want to add
# Adding the average analyst forecast for each month
stock_database_1980_1996<- stock_database_1980_1996 %>% group_by(cusip, analyst_predict_year,analyst_predict_month,forecast_end_period)%>% mutate(average_forecasted_earnings = mean(f_eps))
stock_database_1997_2018<- stock_database_1997_2018 %>% group_by(cusip, analyst_predict_year,analyst_predict_month,forecast_end_period)%>% mutate(average_forecasted_earnings = mean(f_eps))
#Getting the number of analysts over the period
stock_database_1980_1996<- stock_database_1980_1996 %>% group_by(cusip,forecast_end_period)%>% mutate(analyst_predictions_over_period = max(number_of_estimates))
stock_database_1997_2018<- stock_database_1997_2018 %>% group_by(cusip,forecast_end_period)%>% mutate(analyst_predictions_over_period = max(number_of_estimates))
# Adding the scaled forecast standard deviation
stock_database_1980_1996$scaled_feps <- stock_database_1980_1996$forecast_standard_deviation/stock_database_1980_1996$price
stock_database_1997_2018$scaled_feps <- stock_database_1997_2018$forecast_standard_deviation/stock_database_1997_2018$price
# change forecast end period from factor to date
stock_database_1980_1996$forecast_end_period<-as.Date(stock_database_1980_1996$forecast_end_period)
stock_database_1997_2018$forecast_end_period<-as.Date(stock_database_1997_2018$forecast_end_period)
# Parse to get the year of end date
stock_database_1980_1996$forecast_end_year <- as.numeric(format(stock_database_1980_1996$forecast_end_period,"%Y"))
stock_database_1997_2018$forecast_end_year <- as.numeric(format(stock_database_1997_2018$forecast_end_period,"%Y"))
# See databases with all the values we need
stock_database_1980_1996
stock_database_1997_2018
# Segment the stock periods to only get june companies
june_stock_database_1980_1996 <- stock_database_1980_1996 %>% filter(analyst_predict_month==6)
june_stock_database_1997_2018 <- stock_database_1997_2018 %>% filter(analyst_predict_month==6)
# see the databases filtered
june_stock_database_1980_1996
june_stock_database_1997_2018
Filter the database to boil down to keep only months in june that
first_month_june_stock_database_1980_1996 <- june_stock_database_1980_1996
first_month_june_stock_database_1980_1996$first
Unknown or uninitialised column: 'first'.
NULL
for(row in 1:nrow(first_month_june_stock_database_1980_1996)){
analyst_predict_year<-first_month_june_stock_database_1980_1996[row,'analyst_predict_year']
forecast_end_year<- first_month_june_stock_database_1980_1996[row,'forecast_end_year']
if(forecast_end_year==(analyst_predict_year+1)){
first_month_june_stock_database_1980_1996[row,'first']='true'
}
}
first_month_june_stock_database_1980_1996 <- first_month_june_stock_database_1980_1996 %>% filter(first =='true')
first_month_june_stock_database_1997_2018 <- june_stock_database_1997_2018
first_month_june_stock_database_1997_2018$first
Unknown or uninitialised column: 'first'.
NULL
for(row in 1:nrow(first_month_june_stock_database_1997_2018)){
analyst_predict_year<-first_month_june_stock_database_1997_2018[row,'analyst_predict_year']
forecast_end_year<- first_month_june_stock_database_1997_2018[row,'forecast_end_year']
if(forecast_end_year==(analyst_predict_year+1)){
first_month_june_stock_database_1997_2018[row,'first']='true'
}
}
first_month_june_stock_database_1997_2018 <- first_month_june_stock_database_1997_2018 %>% filter(first =='true')
# Show the results
first_month_june_stock_database_1980_1996
first_month_june_stock_database_1997_2018
# take out the repeats
first_unique_month_june_stock_database_1980_1996<- first_month_june_stock_database_1980_1996 %>% distinct(cusip,analyst_predict_year,.keep_all = TRUE)
first_unique_month_june_stock_database_1997_2018<- first_month_june_stock_database_1997_2018 %>% distinct(cusip,analyst_predict_year,.keep_all = TRUE)
first_unique_month_june_stock_database_1980_1996
first_unique_month_june_stock_database_1997_2018
# Create Quartile by Year by MC/Scaled FEPS
first_unique_month_june_stock_database_1980_1996_quartiled <-first_unique_month_june_stock_database_1980_1996 %>%group_by(analyst_predict_year)%>% mutate (quintile_feps = ntile(scaled_feps,4))
first_unique_month_june_stock_database_1980_1996_quartiled<-first_unique_month_june_stock_database_1980_1996_quartiled%>%group_by(analyst_predict_year)%>% mutate (quintile_mc = ntile(market_capitalization,4))
first_unique_month_june_stock_database_1997_2018_quartiled <-first_unique_month_june_stock_database_1997_2018 %>%group_by(analyst_predict_year)%>% mutate (quintile_feps = ntile(scaled_feps,4))
first_unique_month_june_stock_database_1997_2018_quartiled<-first_unique_month_june_stock_database_1997_2018_quartiled%>%group_by(analyst_predict_year)%>% mutate (quintile_mc = ntile(market_capitalization,4))
first_unique_month_june_stock_database_1980_1996_quartiled
first_unique_month_june_stock_database_1997_2018_quartiled
Write the results to csv
write.csv(first_unique_month_june_stock_database_1980_1996_quartiled,"first_unique_month_june_stock_database_1980_1996_quartiled.csv")
write.csv(first_unique_month_june_stock_database_1997_2018_quartiled,"first_unique_month_june_stock_database_1997_2018_quartiled.csv")
desired_columns <- c('cusip','forecast_end_period','quintile_feps','quintile_mc')
temp_1980_1996_quartiles<- first_unique_month_june_stock_database_1980_1996_quartiled[,desired_columns]
temp_1997_2018_quartiles<- first_unique_month_june_stock_database_1997_2018_quartiled[,desired_columns]
In order to label the rest of the data, we need to take the cusip, forecast_end_period,quartile_feps,quintile_mc and match it to the original data
all_quartiled_data_1980_1996 <- inner_join(stock_database_1980_1996,temp_1980_1996_quartiles,by=c('cusip'='cusip','forecast_end_period'='forecast_end_period'))
all_quartiled_data_1997_2018 <- inner_join(stock_database_1997_2018,temp_1997_2018_quartiles,by=c('cusip'='cusip','forecast_end_period'='forecast_end_period'))
all_quartiled_data_1980_1996
all_quartiled_data_1997_2018
Write to a csv file
write.csv(all_quartiled_data_1980_1996,"full_dataset_from_1980_1996_quartiled.csv")
write.csv(all_quartiled_data_1997_2018,"full_dataset_from_1997_2018_quartiled.csv")
Keep only one distinct row per data
distinct_quartiled_1980_1996 <- all_quartiled_data_1980_1996 %>% distinct(cusip,analyst_predict_year,analyst_predict_month,.keep_all = TRUE)
distinct_quartiled_1997_2018 <- all_quartiled_data_1997_2018 %>% distinct(cusip,analyst_predict_year,analyst_predict_month,.keep_all = TRUE)
distinct_quartiled_1980_1996
distinct_quartiled_1997_2018
Mode Function
getmode <- function(v) {
uniqv <- unique(v)
uniqv[which.max(tabulate(match(v, uniqv)))]
}
Construct the Summary Stat Table by Market Cap
stock_database_1980_1996_quartiled_mc_table<- data.frame(matrix(ncol = 5, nrow = 6))
x <- c("Overall","Q1","Q2","Q3","Q4")
colnames(stock_database_1980_1996_quartiled_mc_table) <- x
y <- c("number_of_analysts","forecasted_earnings","actual_earnings","scaled_forecast","price","market_value")
rownames(stock_database_1980_1996_quartiled_mc_table)<-y
quartile_one <-distinct_quartiled_1980_1996%>% filter(quintile_mc==1)
quartile_two<-distinct_quartiled_1980_1996 %>% filter (quintile_mc==2)
quartile_three<-distinct_quartiled_1980_1996 %>% filter (quintile_mc==3)
quartile_four<-distinct_quartiled_1980_1996 %>% filter (quintile_mc==4)
june_quartile_one <-first_unique_month_june_stock_database_1980_1996_quartiled %>% filter (quintile_mc ==1)
june_quartile_two <-first_unique_month_june_stock_database_1980_1996_quartiled %>% filter (quintile_mc ==2)
june_quartile_three <-first_unique_month_june_stock_database_1980_1996_quartiled %>% filter (quintile_mc ==3)
june_quartile_four <-first_unique_month_june_stock_database_1980_1996_quartiled %>% filter (quintile_mc ==4)
# Number of Analysts
stock_database_1980_1996_quartiled_mc_table[1,1]<-mean(distinct_quartiled_1980_1996$analyst_predictions_over_period)
stock_database_1980_1996_quartiled_mc_table[1,2]<-mean(quartile_one$analyst_predictions_over_period)
stock_database_1980_1996_quartiled_mc_table[1,3]<-mean(quartile_two$analyst_predictions_over_period)
stock_database_1980_1996_quartiled_mc_table[1,4]<-mean(quartile_three$analyst_predictions_over_period)
stock_database_1980_1996_quartiled_mc_table[1,5]<-mean(quartile_four$analyst_predictions_over_period)
# forecasted_earnings
stock_database_1980_1996_quartiled_mc_table[2,1]<-mean(distinct_quartiled_1980_1996$average_forecasted_earnings)
stock_database_1980_1996_quartiled_mc_table[2,2]<-mean(quartile_one$average_forecasted_earnings)
stock_database_1980_1996_quartiled_mc_table[2,3]<-mean(quartile_two$average_forecasted_earnings)
stock_database_1980_1996_quartiled_mc_table[2,4]<-mean(quartile_three$average_forecasted_earnings)
stock_database_1980_1996_quartiled_mc_table[2,5]<-mean(quartile_four$average_forecasted_earnings)
# Actual Earnings
stock_database_1980_1996_quartiled_mc_table[3,1]<-mean(distinct_quartiled_1980_1996$actual_annual_eps)
stock_database_1980_1996_quartiled_mc_table[3,2]<-mean(quartile_one$actual_annual_eps)
stock_database_1980_1996_quartiled_mc_table[3,3]<-mean(quartile_two$actual_annual_eps)
stock_database_1980_1996_quartiled_mc_table[3,4]<-mean(quartile_three$actual_annual_eps)
stock_database_1980_1996_quartiled_mc_table[3,5]<-mean(quartile_four$actual_annual_eps)
# FEPS
stock_database_1980_1996_quartiled_mc_table[4,1]<-mean(first_unique_month_june_stock_database_1980_1996_quartiled$scaled_feps)
stock_database_1980_1996_quartiled_mc_table[4,2]<-mean(june_quartile_one$scaled_feps)
stock_database_1980_1996_quartiled_mc_table[4,3]<-mean(june_quartile_two$scaled_feps)
stock_database_1980_1996_quartiled_mc_table[4,4]<-mean(june_quartile_three$scaled_feps)
stock_database_1980_1996_quartiled_mc_table[4,5]<-mean(june_quartile_four$scaled_feps)
# Price
stock_database_1980_1996_quartiled_mc_table[5,1]<-mean(distinct_quartiled_1980_1996$price)
stock_database_1980_1996_quartiled_mc_table[5,2]<-mean(quartile_one$price)
stock_database_1980_1996_quartiled_mc_table[5,3]<-mean(quartile_two$price)
stock_database_1980_1996_quartiled_mc_table[5,4]<-mean(quartile_three$price)
stock_database_1980_1996_quartiled_mc_table[5,5]<-mean(quartile_four$price)
# Market Cap
stock_database_1980_1996_quartiled_mc_table[6,1]<-mean(distinct_quartiled_1980_1996$market_capitalization)
stock_database_1980_1996_quartiled_mc_table[6,2]<-mean(quartile_one$market_capitalization)
stock_database_1980_1996_quartiled_mc_table[6,3]<-mean(quartile_two$market_capitalization)
stock_database_1980_1996_quartiled_mc_table[6,4]<-mean(quartile_three$market_capitalization)
stock_database_1980_1996_quartiled_mc_table[6,5]<-mean(quartile_four$market_capitalization)
stock_database_1980_1996_quartiled_mc_table
Construct the Summary Stat for standard FEPS
stock_database_1980_1996_quartiled_feps_table <- data.frame(matrix(ncol = 5, nrow = 6))
x <- c("Overall","Q1","Q2","Q3","Q4")
colnames(stock_database_1980_1996_quartiled_feps_table) <- x
y <- c("number_of_analysts","forecasted_earnings","actual_earnings","scaled_forecast","price","market_value")
rownames(stock_database_1980_1996_quartiled_feps_table)<-y
quartile_one <-distinct_quartiled_1980_1996%>% filter(quintile_feps==1)
quartile_two<-distinct_quartiled_1980_1996 %>% filter (quintile_feps==2)
quartile_three<-distinct_quartiled_1980_1996 %>% filter (quintile_feps==3)
quartile_four<-distinct_quartiled_1980_1996 %>% filter (quintile_feps==4)
june_quartile_one <-first_unique_month_june_stock_database_1980_1996_quartiled %>% filter (quintile_feps==1)
june_quartile_two <-first_unique_month_june_stock_database_1980_1996_quartiled %>% filter (quintile_feps==2)
june_quartile_three <-first_unique_month_june_stock_database_1980_1996_quartiled %>% filter (quintile_feps==3)
june_quartile_four <-first_unique_month_june_stock_database_1980_1996_quartiled %>% filter (quintile_feps==4)
# Number of Analysts
stock_database_1980_1996_quartiled_feps_table[1,1]<-mean(distinct_quartiled_1980_1996$analyst_predictions_over_period)
stock_database_1980_1996_quartiled_feps_table[1,2]<-mean(quartile_one$analyst_predictions_over_period)
stock_database_1980_1996_quartiled_feps_table[1,3]<-mean(quartile_two$analyst_predictions_over_period)
stock_database_1980_1996_quartiled_feps_table[1,4]<-mean(quartile_three$analyst_predictions_over_period)
stock_database_1980_1996_quartiled_feps_table[1,5]<-mean(quartile_four$analyst_predictions_over_period)
# forecasted_earnings
stock_database_1980_1996_quartiled_feps_table[2,1]<-mean(distinct_quartiled_1980_1996$average_forecasted_earnings)
stock_database_1980_1996_quartiled_feps_table[2,2]<-mean(quartile_one$average_forecasted_earnings)
stock_database_1980_1996_quartiled_feps_table[2,3]<-mean(quartile_two$average_forecasted_earnings)
stock_database_1980_1996_quartiled_feps_table[2,4]<-mean(quartile_three$average_forecasted_earnings)
stock_database_1980_1996_quartiled_feps_table[2,5]<-mean(quartile_four$average_forecasted_earnings)
# Actual Earnings
stock_database_1980_1996_quartiled_feps_table[3,1]<-mean(distinct_quartiled_1980_1996$actual_annual_eps)
stock_database_1980_1996_quartiled_feps_table[3,2]<-mean(quartile_one$actual_annual_eps)
stock_database_1980_1996_quartiled_feps_table[3,3]<-mean(quartile_two$actual_annual_eps)
stock_database_1980_1996_quartiled_feps_table[3,4]<-mean(quartile_three$actual_annual_eps)
stock_database_1980_1996_quartiled_feps_table[3,5]<-mean(quartile_four$actual_annual_eps)
# FEPS
stock_database_1980_1996_quartiled_feps_table[4,1]<-mean(first_unique_month_june_stock_database_1980_1996_quartiled$scaled_feps)
stock_database_1980_1996_quartiled_feps_table[4,2]<-mean(june_quartile_one$scaled_feps)
stock_database_1980_1996_quartiled_feps_table[4,3]<-mean(june_quartile_two$scaled_feps)
stock_database_1980_1996_quartiled_feps_table[4,4]<-mean(june_quartile_three$scaled_feps)
stock_database_1980_1996_quartiled_feps_table[4,5]<-mean(june_quartile_four$scaled_feps)
# Price
stock_database_1980_1996_quartiled_feps_table[5,1]<-mean(distinct_quartiled_1980_1996$price)
stock_database_1980_1996_quartiled_feps_table[5,2]<-mean(quartile_one$price)
stock_database_1980_1996_quartiled_feps_table[5,3]<-mean(quartile_two$price)
stock_database_1980_1996_quartiled_feps_table[5,4]<-mean(quartile_three$price)
stock_database_1980_1996_quartiled_feps_table[5,5]<-mean(quartile_four$price)
# Market Cap
stock_database_1980_1996_quartiled_feps_table[6,1]<-mean(distinct_quartiled_1980_1996$market_capitalization)
stock_database_1980_1996_quartiled_feps_table[6,2]<-mean(quartile_one$market_capitalization)
stock_database_1980_1996_quartiled_feps_table[6,3]<-mean(quartile_two$market_capitalization)
stock_database_1980_1996_quartiled_feps_table[6,4]<-mean(quartile_three$market_capitalization)
stock_database_1980_1996_quartiled_feps_table[6,5]<-mean(quartile_four$market_capitalization)
stock_database_1980_1996_quartiled_feps_table
stock_database_1997_2018_quartiled_feps_table <- data.frame(matrix(ncol = 5, nrow = 6))
x <- c("Overall","Q1","Q2","Q3","Q4")
colnames(stock_database_1997_2018_quartiled_feps_table) <- x
y <- c("number_of_analysts","forecasted_earnings","actual_earnings","scaled_forecast","price","market_value")
rownames(stock_database_1997_2018_quartiled_feps_table)<-y
quartile_one <-distinct_quartiled_1997_2018%>% filter(quintile_feps==1)
quartile_two<-distinct_quartiled_1997_2018 %>% filter (quintile_feps==2)
quartile_three<-distinct_quartiled_1997_2018 %>% filter (quintile_feps==3)
quartile_four<-distinct_quartiled_1997_2018 %>% filter (quintile_feps==4)
june_quartile_one <-first_unique_month_june_stock_database_1997_2018_quartiled %>% filter (quintile_feps==1)
june_quartile_two <-first_unique_month_june_stock_database_1997_2018_quartiled %>% filter (quintile_feps==2)
june_quartile_three <-first_unique_month_june_stock_database_1997_2018_quartiled %>% filter (quintile_feps==3)
june_quartile_four <-first_unique_month_june_stock_database_1997_2018_quartiled %>% filter (quintile_feps==4)
# Number of Analysts
stock_database_1997_2018_quartiled_feps_table[1,1]<-mean(distinct_quartiled_1997_2018$analyst_predictions_over_period)
stock_database_1997_2018_quartiled_feps_table[1,2]<-mean(quartile_one$analyst_predictions_over_period)
stock_database_1997_2018_quartiled_feps_table[1,3]<-mean(quartile_two$analyst_predictions_over_period)
stock_database_1997_2018_quartiled_feps_table[1,4]<-mean(quartile_three$analyst_predictions_over_period)
stock_database_1997_2018_quartiled_feps_table[1,5]<-mean(quartile_four$analyst_predictions_over_period)
# forecasted_earnings
stock_database_1997_2018_quartiled_feps_table[2,1]<-mean(distinct_quartiled_1997_2018$average_forecasted_earnings)
stock_database_1997_2018_quartiled_feps_table[2,2]<-mean(quartile_one$average_forecasted_earnings)
stock_database_1997_2018_quartiled_feps_table[2,3]<-mean(quartile_two$average_forecasted_earnings)
stock_database_1997_2018_quartiled_feps_table[2,4]<-mean(quartile_three$average_forecasted_earnings)
stock_database_1997_2018_quartiled_feps_table[2,5]<-mean(quartile_four$average_forecasted_earnings)
# Actual Earnings
stock_database_1997_2018_quartiled_feps_table[3,1]<-mean(distinct_quartiled_1997_2018$actual_annual_eps)
stock_database_1997_2018_quartiled_feps_table[3,2]<-mean(quartile_one$actual_annual_eps)
stock_database_1997_2018_quartiled_feps_table[3,3]<-mean(quartile_two$actual_annual_eps)
stock_database_1997_2018_quartiled_feps_table[3,4]<-mean(quartile_three$actual_annual_eps)
stock_database_1997_2018_quartiled_feps_table[3,5]<-mean(quartile_four$actual_annual_eps)
# FEPS
stock_database_1997_2018_quartiled_feps_table[4,1]<-mean(first_unique_month_june_stock_database_1997_2018_quartiled$scaled_feps)
stock_database_1997_2018_quartiled_feps_table[4,2]<-mean(june_quartile_one$scaled_feps)
stock_database_1997_2018_quartiled_feps_table[4,3]<-mean(june_quartile_two$scaled_feps)
stock_database_1997_2018_quartiled_feps_table[4,4]<-mean(june_quartile_three$scaled_feps)
stock_database_1997_2018_quartiled_feps_table[4,5]<-mean(june_quartile_four$scaled_feps)
# Price
stock_database_1997_2018_quartiled_feps_table[5,1]<-mean(distinct_quartiled_1997_2018$price)
stock_database_1997_2018_quartiled_feps_table[5,2]<-mean(quartile_one$price)
stock_database_1997_2018_quartiled_feps_table[5,3]<-mean(quartile_two$price)
stock_database_1997_2018_quartiled_feps_table[5,4]<-mean(quartile_three$price)
stock_database_1997_2018_quartiled_feps_table[5,5]<-mean(quartile_four$price)
# Market Cap
stock_database_1997_2018_quartiled_feps_table[6,1]<-mean(distinct_quartiled_1997_2018$market_capitalization)
stock_database_1997_2018_quartiled_feps_table[6,2]<-mean(quartile_one$market_capitalization)
stock_database_1997_2018_quartiled_feps_table[6,3]<-mean(quartile_two$market_capitalization)
stock_database_1997_2018_quartiled_feps_table[6,4]<-mean(quartile_three$market_capitalization)
stock_database_1997_2018_quartiled_feps_table[6,5]<-mean(quartile_four$market_capitalization)
stock_database_1997_2018_quartiled_feps_table
Construct
stock_database_1997_2018_quartiled_mc_table <- data.frame(matrix(ncol = 5, nrow = 6))
x <- c("Overall","Q1","Q2","Q3","Q4")
colnames(stock_database_1997_2018_quartiled_mc_table) <- x
y <- c("number_of_analysts","forecasted_earnings","actual_earnings","scaled_forecast","price","market_value")
rownames(stock_database_1997_2018_quartiled_mc_table)<-y
quartile_one <-distinct_quartiled_1997_2018%>% filter(quintile_mc ==1)
quartile_two<-distinct_quartiled_1997_2018 %>% filter (quintile_mc==2)
quartile_three<-distinct_quartiled_1997_2018 %>% filter (quintile_mc==3)
quartile_four<-distinct_quartiled_1997_2018 %>% filter (quintile_mc==4)
june_quartile_one <-first_unique_month_june_stock_database_1997_2018_quartiled %>% filter (quintile_mc ==1)
june_quartile_two <-first_unique_month_june_stock_database_1997_2018_quartiled %>% filter (quintile_mc ==2)
june_quartile_three <-first_unique_month_june_stock_database_1997_2018_quartiled %>% filter (quintile_mc ==3)
june_quartile_four <-first_unique_month_june_stock_database_1997_2018_quartiled %>% filter (quintile_mc ==4)
# Number of Analysts
stock_database_1997_2018_quartiled_mc_table[1,1]<-mean(distinct_quartiled_1997_2018$analyst_predictions_over_period)
stock_database_1997_2018_quartiled_mc_table[1,2]<-mean(quartile_one$analyst_predictions_over_period)
stock_database_1997_2018_quartiled_mc_table[1,3]<-mean(quartile_two$analyst_predictions_over_period)
stock_database_1997_2018_quartiled_mc_table[1,4]<-mean(quartile_three$analyst_predictions_over_period)
stock_database_1997_2018_quartiled_mc_table[1,5]<-mean(quartile_four$analyst_predictions_over_period)
# forecasted_earnings
stock_database_1997_2018_quartiled_mc_table[2,1]<-mean(distinct_quartiled_1997_2018$average_forecasted_earnings)
stock_database_1997_2018_quartiled_mc_table[2,2]<-mean(quartile_one$average_forecasted_earnings)
stock_database_1997_2018_quartiled_mc_table[2,3]<-mean(quartile_two$average_forecasted_earnings)
stock_database_1997_2018_quartiled_mc_table[2,4]<-mean(quartile_three$average_forecasted_earnings)
stock_database_1997_2018_quartiled_mc_table[2,5]<-mean(quartile_four$average_forecasted_earnings)
# Actual Earnings
stock_database_1997_2018_quartiled_mc_table[3,1]<-mean(distinct_quartiled_1997_2018$actual_annual_eps)
stock_database_1997_2018_quartiled_mc_table[3,2]<-mean(quartile_one$actual_annual_eps)
stock_database_1997_2018_quartiled_mc_table[3,3]<-mean(quartile_two$actual_annual_eps)
stock_database_1997_2018_quartiled_mc_table[3,4]<-mean(quartile_three$actual_annual_eps)
stock_database_1997_2018_quartiled_mc_table[3,5]<-mean(quartile_four$actual_annual_eps)
# FEPS
stock_database_1997_2018_quartiled_mc_table[4,1]<-mean(first_unique_month_june_stock_database_1997_2018_quartiled$scaled_feps)
stock_database_1997_2018_quartiled_mc_table[4,2]<-mean(june_quartile_one$scaled_feps)
stock_database_1997_2018_quartiled_mc_table[4,3]<-mean(june_quartile_two$scaled_feps)
stock_database_1997_2018_quartiled_mc_table[4,4]<-mean(june_quartile_three$scaled_feps)
stock_database_1997_2018_quartiled_mc_table[4,5]<-mean(june_quartile_four$scaled_feps)
# Price
stock_database_1997_2018_quartiled_mc_table[5,1]<-mean(distinct_quartiled_1997_2018$price)
stock_database_1997_2018_quartiled_mc_table[5,2]<-mean(quartile_one$price)
stock_database_1997_2018_quartiled_mc_table[5,3]<-mean(quartile_two$price)
stock_database_1997_2018_quartiled_mc_table[5,4]<-mean(quartile_three$price)
stock_database_1997_2018_quartiled_mc_table[5,5]<-mean(quartile_four$price)
# Market Cap
stock_database_1997_2018_quartiled_mc_table[6,1]<-mean(distinct_quartiled_1997_2018$market_capitalization)
stock_database_1997_2018_quartiled_mc_table[6,2]<-mean(quartile_one$market_capitalization)
stock_database_1997_2018_quartiled_mc_table[6,3]<-mean(quartile_two$market_capitalization)
stock_database_1997_2018_quartiled_mc_table[6,4]<-mean(quartile_three$market_capitalization)
stock_database_1997_2018_quartiled_mc_table[6,5]<-mean(quartile_four$market_capitalization)
stock_database_1997_2018_quartiled_mc_table
NA
Display tables
stock_database_1980_1996_quartiled_mc_table
stock_database_1997_2018_quartiled_mc_table
stock_database_1980_1996_quartiled_feps_table
stock_database_1997_2018_quartiled_feps_table
Save the csv files
write.csv(stock_database_1980_1996_quartiled_mc_table,"stock_database_1980_1996_quartiled_mc_table.csv")
write.csv(stock_database_1997_2018_quartiled_mc_table,"stock_database_1997_2018_quartiled_mc_table.csv")
write.csv(stock_database_1980_1996_quartiled_feps_table,"stock_database_1980_1996_quartiled_feps_table.csv")
write.csv(stock_database_1997_2018_quartiled_feps_table,"stock_database_1997_2018_quartiled_feps_table.csv")
---
title: "George Study Recreation "
output: html_notebook
---

```{r}
library(tidyverse)
library(dbplyr)
library(dplyr)

# Read in seperate databases  
stock_database_1980_1996<-read.csv("ibes_from_1980_1996_20_consecutive_months_nasdaq.csv",header=TRUE)
stock_database_1997_2018<-read.csv("ibes_from_1997_2018_20_consecutive_months_nasdaq.csv",header=TRUE)

# Adding the new statistics that we want to add

# Adding the average analyst forecast for each month 
stock_database_1980_1996<- stock_database_1980_1996 %>% group_by(cusip, analyst_predict_year,analyst_predict_month,forecast_end_period)%>% mutate(average_forecasted_earnings = mean(f_eps))
stock_database_1997_2018<- stock_database_1997_2018 %>% group_by(cusip, analyst_predict_year,analyst_predict_month,forecast_end_period)%>% mutate(average_forecasted_earnings = mean(f_eps))

#Getting the number of analysts over the period
stock_database_1980_1996<- stock_database_1980_1996 %>% group_by(cusip,forecast_end_period)%>% mutate(analyst_predictions_over_period = max(number_of_estimates))
stock_database_1997_2018<- stock_database_1997_2018 %>% group_by(cusip,forecast_end_period)%>% mutate(analyst_predictions_over_period = max(number_of_estimates))

# Adding the scaled forecast standard deviation 
stock_database_1980_1996$scaled_feps <- stock_database_1980_1996$forecast_standard_deviation/stock_database_1980_1996$price
stock_database_1997_2018$scaled_feps <- stock_database_1997_2018$forecast_standard_deviation/stock_database_1997_2018$price

# change forecast end period from factor to date
stock_database_1980_1996$forecast_end_period<-as.Date(stock_database_1980_1996$forecast_end_period)
stock_database_1997_2018$forecast_end_period<-as.Date(stock_database_1997_2018$forecast_end_period)

# Parse to get the year of end date
stock_database_1980_1996$forecast_end_year <- as.numeric(format(stock_database_1980_1996$forecast_end_period,"%Y"))
stock_database_1997_2018$forecast_end_year <- as.numeric(format(stock_database_1997_2018$forecast_end_period,"%Y"))

# See databases with all the values we need
stock_database_1980_1996
stock_database_1997_2018

# Segment the stock periods to only get june companies 
june_stock_database_1980_1996 <- stock_database_1980_1996 %>% filter(analyst_predict_month==6)
june_stock_database_1997_2018 <- stock_database_1997_2018 %>% filter(analyst_predict_month==6)

# see the databases filtered
june_stock_database_1980_1996
june_stock_database_1997_2018
```
Filter the database to boil down to keep only months in june that 
```{r}
first_month_june_stock_database_1980_1996 <- june_stock_database_1980_1996
first_month_june_stock_database_1980_1996$first
for(row in 1:nrow(first_month_june_stock_database_1980_1996)){
  analyst_predict_year<-first_month_june_stock_database_1980_1996[row,'analyst_predict_year']
  forecast_end_year<- first_month_june_stock_database_1980_1996[row,'forecast_end_year']
  if(forecast_end_year==(analyst_predict_year+1)){
    first_month_june_stock_database_1980_1996[row,'first']='true'
  }
}
first_month_june_stock_database_1980_1996 <- first_month_june_stock_database_1980_1996 %>% filter(first =='true')


first_month_june_stock_database_1997_2018 <- june_stock_database_1997_2018
first_month_june_stock_database_1997_2018$first
for(row in 1:nrow(first_month_june_stock_database_1997_2018)){
  analyst_predict_year<-first_month_june_stock_database_1997_2018[row,'analyst_predict_year']
  forecast_end_year<- first_month_june_stock_database_1997_2018[row,'forecast_end_year']
  if(forecast_end_year==(analyst_predict_year+1)){
    first_month_june_stock_database_1997_2018[row,'first']='true'
  }
}
first_month_june_stock_database_1997_2018 <- first_month_june_stock_database_1997_2018 %>% filter(first =='true')


# Show the results 
first_month_june_stock_database_1980_1996
first_month_june_stock_database_1997_2018
```
```{r}
# take out the repeats
first_unique_month_june_stock_database_1980_1996<- first_month_june_stock_database_1980_1996 %>% distinct(cusip,analyst_predict_year,.keep_all = TRUE)
first_unique_month_june_stock_database_1997_2018<- first_month_june_stock_database_1997_2018 %>% distinct(cusip,analyst_predict_year,.keep_all = TRUE)

first_unique_month_june_stock_database_1980_1996
first_unique_month_june_stock_database_1997_2018
```
```{r}
# Create Quartile by Year by MC/Scaled FEPS
first_unique_month_june_stock_database_1980_1996_quartiled <-first_unique_month_june_stock_database_1980_1996 %>%group_by(analyst_predict_year)%>% mutate (quintile_feps = ntile(scaled_feps,4))

first_unique_month_june_stock_database_1980_1996_quartiled<-first_unique_month_june_stock_database_1980_1996_quartiled%>%group_by(analyst_predict_year)%>% mutate (quintile_mc = ntile(market_capitalization,4))


first_unique_month_june_stock_database_1997_2018_quartiled <-first_unique_month_june_stock_database_1997_2018 %>%group_by(analyst_predict_year)%>% mutate (quintile_feps = ntile(scaled_feps,4))
first_unique_month_june_stock_database_1997_2018_quartiled<-first_unique_month_june_stock_database_1997_2018_quartiled%>%group_by(analyst_predict_year)%>% mutate (quintile_mc = ntile(market_capitalization,4))

first_unique_month_june_stock_database_1980_1996_quartiled
first_unique_month_june_stock_database_1997_2018_quartiled
```
Write the results to csv
```{r}
write.csv(first_unique_month_june_stock_database_1980_1996_quartiled,"first_unique_month_june_stock_database_1980_1996_quartiled.csv")
write.csv(first_unique_month_june_stock_database_1997_2018_quartiled,"first_unique_month_june_stock_database_1997_2018_quartiled.csv")
```

```{r}
desired_columns <- c('cusip','forecast_end_period','quintile_feps','quintile_mc')
temp_1980_1996_quartiles<- first_unique_month_june_stock_database_1980_1996_quartiled[,desired_columns]
temp_1997_2018_quartiles<- first_unique_month_june_stock_database_1997_2018_quartiled[,desired_columns]
```
In order to label the rest of the data, we need to take the cusip, forecast_end_period,quartile_feps,quintile_mc and match it to the original data
```{r}
all_quartiled_data_1980_1996 <- inner_join(stock_database_1980_1996,temp_1980_1996_quartiles,by=c('cusip'='cusip','forecast_end_period'='forecast_end_period'))
all_quartiled_data_1997_2018 <- inner_join(stock_database_1997_2018,temp_1997_2018_quartiles,by=c('cusip'='cusip','forecast_end_period'='forecast_end_period'))
all_quartiled_data_1980_1996
all_quartiled_data_1997_2018
```
Write to a csv file
```{r}
write.csv(all_quartiled_data_1980_1996,"full_dataset_from_1980_1996_quartiled.csv")
write.csv(all_quartiled_data_1997_2018,"full_dataset_from_1997_2018_quartiled.csv")
```
Keep only one distinct row per data
```{r}
distinct_quartiled_1980_1996 <- all_quartiled_data_1980_1996 %>% distinct(cusip,analyst_predict_year,analyst_predict_month,.keep_all = TRUE) 
distinct_quartiled_1997_2018 <- all_quartiled_data_1997_2018 %>% distinct(cusip,analyst_predict_year,analyst_predict_month,.keep_all = TRUE) 
distinct_quartiled_1980_1996
distinct_quartiled_1997_2018
```
Mode Function
```{r}
getmode <- function(v) {
   uniqv <- unique(v)
   uniqv[which.max(tabulate(match(v, uniqv)))]
}
```

Construct the Summary Stat Table by Market Cap 
```{r}
stock_database_1980_1996_quartiled_mc_table<- data.frame(matrix(ncol = 5, nrow = 6))
x <- c("Overall","Q1","Q2","Q3","Q4")
colnames(stock_database_1980_1996_quartiled_mc_table) <- x
y <- c("number_of_analysts","forecasted_earnings","actual_earnings","scaled_forecast","price","market_value")
rownames(stock_database_1980_1996_quartiled_mc_table)<-y

quartile_one <-distinct_quartiled_1980_1996%>% filter(quintile_mc==1)
quartile_two<-distinct_quartiled_1980_1996 %>% filter (quintile_mc==2)
quartile_three<-distinct_quartiled_1980_1996 %>% filter (quintile_mc==3)
quartile_four<-distinct_quartiled_1980_1996 %>% filter (quintile_mc==4)


june_quartile_one <-first_unique_month_june_stock_database_1980_1996_quartiled %>% filter (quintile_mc ==1)
june_quartile_two <-first_unique_month_june_stock_database_1980_1996_quartiled %>% filter (quintile_mc ==2)
june_quartile_three <-first_unique_month_june_stock_database_1980_1996_quartiled %>% filter (quintile_mc ==3)
june_quartile_four <-first_unique_month_june_stock_database_1980_1996_quartiled %>% filter (quintile_mc ==4)


# Number of Analysts
stock_database_1980_1996_quartiled_mc_table[1,1]<-mean(distinct_quartiled_1980_1996$analyst_predictions_over_period)
stock_database_1980_1996_quartiled_mc_table[1,2]<-mean(quartile_one$analyst_predictions_over_period)
stock_database_1980_1996_quartiled_mc_table[1,3]<-mean(quartile_two$analyst_predictions_over_period)
stock_database_1980_1996_quartiled_mc_table[1,4]<-mean(quartile_three$analyst_predictions_over_period)
stock_database_1980_1996_quartiled_mc_table[1,5]<-mean(quartile_four$analyst_predictions_over_period)

# forecasted_earnings
stock_database_1980_1996_quartiled_mc_table[2,1]<-mean(distinct_quartiled_1980_1996$average_forecasted_earnings)
stock_database_1980_1996_quartiled_mc_table[2,2]<-mean(quartile_one$average_forecasted_earnings)
stock_database_1980_1996_quartiled_mc_table[2,3]<-mean(quartile_two$average_forecasted_earnings)
stock_database_1980_1996_quartiled_mc_table[2,4]<-mean(quartile_three$average_forecasted_earnings)
stock_database_1980_1996_quartiled_mc_table[2,5]<-mean(quartile_four$average_forecasted_earnings)

# Actual Earnings
stock_database_1980_1996_quartiled_mc_table[3,1]<-mean(distinct_quartiled_1980_1996$actual_annual_eps)
stock_database_1980_1996_quartiled_mc_table[3,2]<-mean(quartile_one$actual_annual_eps)
stock_database_1980_1996_quartiled_mc_table[3,3]<-mean(quartile_two$actual_annual_eps)
stock_database_1980_1996_quartiled_mc_table[3,4]<-mean(quartile_three$actual_annual_eps)
stock_database_1980_1996_quartiled_mc_table[3,5]<-mean(quartile_four$actual_annual_eps)

# FEPS
stock_database_1980_1996_quartiled_mc_table[4,1]<-mean(first_unique_month_june_stock_database_1980_1996_quartiled$scaled_feps)
stock_database_1980_1996_quartiled_mc_table[4,2]<-mean(june_quartile_one$scaled_feps)
stock_database_1980_1996_quartiled_mc_table[4,3]<-mean(june_quartile_two$scaled_feps)
stock_database_1980_1996_quartiled_mc_table[4,4]<-mean(june_quartile_three$scaled_feps)
stock_database_1980_1996_quartiled_mc_table[4,5]<-mean(june_quartile_four$scaled_feps)

# Price 
stock_database_1980_1996_quartiled_mc_table[5,1]<-mean(distinct_quartiled_1980_1996$price)
stock_database_1980_1996_quartiled_mc_table[5,2]<-mean(quartile_one$price)
stock_database_1980_1996_quartiled_mc_table[5,3]<-mean(quartile_two$price)
stock_database_1980_1996_quartiled_mc_table[5,4]<-mean(quartile_three$price)
stock_database_1980_1996_quartiled_mc_table[5,5]<-mean(quartile_four$price)

# Market Cap 
stock_database_1980_1996_quartiled_mc_table[6,1]<-mean(distinct_quartiled_1980_1996$market_capitalization)
stock_database_1980_1996_quartiled_mc_table[6,2]<-mean(quartile_one$market_capitalization)
stock_database_1980_1996_quartiled_mc_table[6,3]<-mean(quartile_two$market_capitalization)
stock_database_1980_1996_quartiled_mc_table[6,4]<-mean(quartile_three$market_capitalization)
stock_database_1980_1996_quartiled_mc_table[6,5]<-mean(quartile_four$market_capitalization)

stock_database_1980_1996_quartiled_mc_table
```
Construct the Summary Stat for standard FEPS
```{r}
stock_database_1980_1996_quartiled_feps_table <- data.frame(matrix(ncol = 5, nrow = 6))
x <- c("Overall","Q1","Q2","Q3","Q4")
colnames(stock_database_1980_1996_quartiled_feps_table) <- x
y <- c("number_of_analysts","forecasted_earnings","actual_earnings","scaled_forecast","price","market_value")
rownames(stock_database_1980_1996_quartiled_feps_table)<-y

quartile_one <-distinct_quartiled_1980_1996%>% filter(quintile_feps==1)
quartile_two<-distinct_quartiled_1980_1996 %>% filter (quintile_feps==2)
quartile_three<-distinct_quartiled_1980_1996 %>% filter (quintile_feps==3)
quartile_four<-distinct_quartiled_1980_1996 %>% filter (quintile_feps==4)


june_quartile_one <-first_unique_month_june_stock_database_1980_1996_quartiled %>% filter (quintile_feps==1)
june_quartile_two <-first_unique_month_june_stock_database_1980_1996_quartiled %>% filter (quintile_feps==2)
june_quartile_three <-first_unique_month_june_stock_database_1980_1996_quartiled %>% filter (quintile_feps==3)
june_quartile_four <-first_unique_month_june_stock_database_1980_1996_quartiled %>% filter (quintile_feps==4)


# Number of Analysts
stock_database_1980_1996_quartiled_feps_table[1,1]<-mean(distinct_quartiled_1980_1996$analyst_predictions_over_period)
stock_database_1980_1996_quartiled_feps_table[1,2]<-mean(quartile_one$analyst_predictions_over_period)
stock_database_1980_1996_quartiled_feps_table[1,3]<-mean(quartile_two$analyst_predictions_over_period)
stock_database_1980_1996_quartiled_feps_table[1,4]<-mean(quartile_three$analyst_predictions_over_period)
stock_database_1980_1996_quartiled_feps_table[1,5]<-mean(quartile_four$analyst_predictions_over_period)

# forecasted_earnings
stock_database_1980_1996_quartiled_feps_table[2,1]<-mean(distinct_quartiled_1980_1996$average_forecasted_earnings)
stock_database_1980_1996_quartiled_feps_table[2,2]<-mean(quartile_one$average_forecasted_earnings)
stock_database_1980_1996_quartiled_feps_table[2,3]<-mean(quartile_two$average_forecasted_earnings)
stock_database_1980_1996_quartiled_feps_table[2,4]<-mean(quartile_three$average_forecasted_earnings)
stock_database_1980_1996_quartiled_feps_table[2,5]<-mean(quartile_four$average_forecasted_earnings)

# Actual Earnings
stock_database_1980_1996_quartiled_feps_table[3,1]<-mean(distinct_quartiled_1980_1996$actual_annual_eps)
stock_database_1980_1996_quartiled_feps_table[3,2]<-mean(quartile_one$actual_annual_eps)
stock_database_1980_1996_quartiled_feps_table[3,3]<-mean(quartile_two$actual_annual_eps)
stock_database_1980_1996_quartiled_feps_table[3,4]<-mean(quartile_three$actual_annual_eps)
stock_database_1980_1996_quartiled_feps_table[3,5]<-mean(quartile_four$actual_annual_eps)

# FEPS
stock_database_1980_1996_quartiled_feps_table[4,1]<-mean(first_unique_month_june_stock_database_1980_1996_quartiled$scaled_feps)
stock_database_1980_1996_quartiled_feps_table[4,2]<-mean(june_quartile_one$scaled_feps)
stock_database_1980_1996_quartiled_feps_table[4,3]<-mean(june_quartile_two$scaled_feps)
stock_database_1980_1996_quartiled_feps_table[4,4]<-mean(june_quartile_three$scaled_feps)
stock_database_1980_1996_quartiled_feps_table[4,5]<-mean(june_quartile_four$scaled_feps)

# Price 
stock_database_1980_1996_quartiled_feps_table[5,1]<-mean(distinct_quartiled_1980_1996$price)
stock_database_1980_1996_quartiled_feps_table[5,2]<-mean(quartile_one$price)
stock_database_1980_1996_quartiled_feps_table[5,3]<-mean(quartile_two$price)
stock_database_1980_1996_quartiled_feps_table[5,4]<-mean(quartile_three$price)
stock_database_1980_1996_quartiled_feps_table[5,5]<-mean(quartile_four$price)

# Market Cap 
stock_database_1980_1996_quartiled_feps_table[6,1]<-mean(distinct_quartiled_1980_1996$market_capitalization)
stock_database_1980_1996_quartiled_feps_table[6,2]<-mean(quartile_one$market_capitalization)
stock_database_1980_1996_quartiled_feps_table[6,3]<-mean(quartile_two$market_capitalization)
stock_database_1980_1996_quartiled_feps_table[6,4]<-mean(quartile_three$market_capitalization)
stock_database_1980_1996_quartiled_feps_table[6,5]<-mean(quartile_four$market_capitalization)

stock_database_1980_1996_quartiled_feps_table
```
```{r}
stock_database_1997_2018_quartiled_feps_table <- data.frame(matrix(ncol = 5, nrow = 6))
x <- c("Overall","Q1","Q2","Q3","Q4")
colnames(stock_database_1997_2018_quartiled_feps_table) <- x
y <- c("number_of_analysts","forecasted_earnings","actual_earnings","scaled_forecast","price","market_value")
rownames(stock_database_1997_2018_quartiled_feps_table)<-y


quartile_one <-distinct_quartiled_1997_2018%>% filter(quintile_feps==1)
quartile_two<-distinct_quartiled_1997_2018 %>% filter (quintile_feps==2)
quartile_three<-distinct_quartiled_1997_2018 %>% filter (quintile_feps==3)
quartile_four<-distinct_quartiled_1997_2018 %>% filter (quintile_feps==4)


june_quartile_one <-first_unique_month_june_stock_database_1997_2018_quartiled %>% filter (quintile_feps==1)
june_quartile_two <-first_unique_month_june_stock_database_1997_2018_quartiled %>% filter (quintile_feps==2)
june_quartile_three <-first_unique_month_june_stock_database_1997_2018_quartiled %>% filter (quintile_feps==3)
june_quartile_four <-first_unique_month_june_stock_database_1997_2018_quartiled %>% filter (quintile_feps==4)


# Number of Analysts
stock_database_1997_2018_quartiled_feps_table[1,1]<-mean(distinct_quartiled_1997_2018$analyst_predictions_over_period)
stock_database_1997_2018_quartiled_feps_table[1,2]<-mean(quartile_one$analyst_predictions_over_period)
stock_database_1997_2018_quartiled_feps_table[1,3]<-mean(quartile_two$analyst_predictions_over_period)
stock_database_1997_2018_quartiled_feps_table[1,4]<-mean(quartile_three$analyst_predictions_over_period)
stock_database_1997_2018_quartiled_feps_table[1,5]<-mean(quartile_four$analyst_predictions_over_period)

# forecasted_earnings
stock_database_1997_2018_quartiled_feps_table[2,1]<-mean(distinct_quartiled_1997_2018$average_forecasted_earnings)
stock_database_1997_2018_quartiled_feps_table[2,2]<-mean(quartile_one$average_forecasted_earnings)
stock_database_1997_2018_quartiled_feps_table[2,3]<-mean(quartile_two$average_forecasted_earnings)
stock_database_1997_2018_quartiled_feps_table[2,4]<-mean(quartile_three$average_forecasted_earnings)
stock_database_1997_2018_quartiled_feps_table[2,5]<-mean(quartile_four$average_forecasted_earnings)

# Actual Earnings
stock_database_1997_2018_quartiled_feps_table[3,1]<-mean(distinct_quartiled_1997_2018$actual_annual_eps)
stock_database_1997_2018_quartiled_feps_table[3,2]<-mean(quartile_one$actual_annual_eps)
stock_database_1997_2018_quartiled_feps_table[3,3]<-mean(quartile_two$actual_annual_eps)
stock_database_1997_2018_quartiled_feps_table[3,4]<-mean(quartile_three$actual_annual_eps)
stock_database_1997_2018_quartiled_feps_table[3,5]<-mean(quartile_four$actual_annual_eps)

# FEPS
stock_database_1997_2018_quartiled_feps_table[4,1]<-mean(first_unique_month_june_stock_database_1997_2018_quartiled$scaled_feps)
stock_database_1997_2018_quartiled_feps_table[4,2]<-mean(june_quartile_one$scaled_feps)
stock_database_1997_2018_quartiled_feps_table[4,3]<-mean(june_quartile_two$scaled_feps)
stock_database_1997_2018_quartiled_feps_table[4,4]<-mean(june_quartile_three$scaled_feps)
stock_database_1997_2018_quartiled_feps_table[4,5]<-mean(june_quartile_four$scaled_feps)

# Price 
stock_database_1997_2018_quartiled_feps_table[5,1]<-mean(distinct_quartiled_1997_2018$price)
stock_database_1997_2018_quartiled_feps_table[5,2]<-mean(quartile_one$price)
stock_database_1997_2018_quartiled_feps_table[5,3]<-mean(quartile_two$price)
stock_database_1997_2018_quartiled_feps_table[5,4]<-mean(quartile_three$price)
stock_database_1997_2018_quartiled_feps_table[5,5]<-mean(quartile_four$price)

# Market Cap 
stock_database_1997_2018_quartiled_feps_table[6,1]<-mean(distinct_quartiled_1997_2018$market_capitalization)
stock_database_1997_2018_quartiled_feps_table[6,2]<-mean(quartile_one$market_capitalization)
stock_database_1997_2018_quartiled_feps_table[6,3]<-mean(quartile_two$market_capitalization)
stock_database_1997_2018_quartiled_feps_table[6,4]<-mean(quartile_three$market_capitalization)
stock_database_1997_2018_quartiled_feps_table[6,5]<-mean(quartile_four$market_capitalization)

stock_database_1997_2018_quartiled_feps_table
```
Construct 
```{r}
stock_database_1997_2018_quartiled_mc_table <- data.frame(matrix(ncol = 5, nrow = 6))
x <- c("Overall","Q1","Q2","Q3","Q4")
colnames(stock_database_1997_2018_quartiled_mc_table) <- x
y <- c("number_of_analysts","forecasted_earnings","actual_earnings","scaled_forecast","price","market_value")
rownames(stock_database_1997_2018_quartiled_mc_table)<-y

quartile_one <-distinct_quartiled_1997_2018%>% filter(quintile_mc ==1)
quartile_two<-distinct_quartiled_1997_2018 %>% filter (quintile_mc==2)
quartile_three<-distinct_quartiled_1997_2018 %>% filter (quintile_mc==3)
quartile_four<-distinct_quartiled_1997_2018 %>% filter (quintile_mc==4)


june_quartile_one <-first_unique_month_june_stock_database_1997_2018_quartiled %>% filter (quintile_mc ==1)
june_quartile_two <-first_unique_month_june_stock_database_1997_2018_quartiled %>% filter (quintile_mc ==2)
june_quartile_three <-first_unique_month_june_stock_database_1997_2018_quartiled %>% filter (quintile_mc ==3)
june_quartile_four <-first_unique_month_june_stock_database_1997_2018_quartiled %>% filter (quintile_mc ==4)


# Number of Analysts
stock_database_1997_2018_quartiled_mc_table[1,1]<-mean(distinct_quartiled_1997_2018$analyst_predictions_over_period)
stock_database_1997_2018_quartiled_mc_table[1,2]<-mean(quartile_one$analyst_predictions_over_period)
stock_database_1997_2018_quartiled_mc_table[1,3]<-mean(quartile_two$analyst_predictions_over_period)
stock_database_1997_2018_quartiled_mc_table[1,4]<-mean(quartile_three$analyst_predictions_over_period)
stock_database_1997_2018_quartiled_mc_table[1,5]<-mean(quartile_four$analyst_predictions_over_period)

# forecasted_earnings
stock_database_1997_2018_quartiled_mc_table[2,1]<-mean(distinct_quartiled_1997_2018$average_forecasted_earnings)
stock_database_1997_2018_quartiled_mc_table[2,2]<-mean(quartile_one$average_forecasted_earnings)
stock_database_1997_2018_quartiled_mc_table[2,3]<-mean(quartile_two$average_forecasted_earnings)
stock_database_1997_2018_quartiled_mc_table[2,4]<-mean(quartile_three$average_forecasted_earnings)
stock_database_1997_2018_quartiled_mc_table[2,5]<-mean(quartile_four$average_forecasted_earnings)

# Actual Earnings
stock_database_1997_2018_quartiled_mc_table[3,1]<-mean(distinct_quartiled_1997_2018$actual_annual_eps)
stock_database_1997_2018_quartiled_mc_table[3,2]<-mean(quartile_one$actual_annual_eps)
stock_database_1997_2018_quartiled_mc_table[3,3]<-mean(quartile_two$actual_annual_eps)
stock_database_1997_2018_quartiled_mc_table[3,4]<-mean(quartile_three$actual_annual_eps)
stock_database_1997_2018_quartiled_mc_table[3,5]<-mean(quartile_four$actual_annual_eps)

# FEPS
stock_database_1997_2018_quartiled_mc_table[4,1]<-mean(first_unique_month_june_stock_database_1997_2018_quartiled$scaled_feps)
stock_database_1997_2018_quartiled_mc_table[4,2]<-mean(june_quartile_one$scaled_feps)
stock_database_1997_2018_quartiled_mc_table[4,3]<-mean(june_quartile_two$scaled_feps)
stock_database_1997_2018_quartiled_mc_table[4,4]<-mean(june_quartile_three$scaled_feps)
stock_database_1997_2018_quartiled_mc_table[4,5]<-mean(june_quartile_four$scaled_feps)

# Price 
stock_database_1997_2018_quartiled_mc_table[5,1]<-mean(distinct_quartiled_1997_2018$price)
stock_database_1997_2018_quartiled_mc_table[5,2]<-mean(quartile_one$price)
stock_database_1997_2018_quartiled_mc_table[5,3]<-mean(quartile_two$price)
stock_database_1997_2018_quartiled_mc_table[5,4]<-mean(quartile_three$price)
stock_database_1997_2018_quartiled_mc_table[5,5]<-mean(quartile_four$price)

# Market Cap 
stock_database_1997_2018_quartiled_mc_table[6,1]<-mean(distinct_quartiled_1997_2018$market_capitalization)
stock_database_1997_2018_quartiled_mc_table[6,2]<-mean(quartile_one$market_capitalization)
stock_database_1997_2018_quartiled_mc_table[6,3]<-mean(quartile_two$market_capitalization)
stock_database_1997_2018_quartiled_mc_table[6,4]<-mean(quartile_three$market_capitalization)
stock_database_1997_2018_quartiled_mc_table[6,5]<-mean(quartile_four$market_capitalization)

stock_database_1997_2018_quartiled_mc_table

```
Display tables
```{r}
stock_database_1980_1996_quartiled_mc_table
stock_database_1997_2018_quartiled_mc_table
stock_database_1980_1996_quartiled_feps_table
stock_database_1997_2018_quartiled_feps_table
```
Save the csv files 
```{r}
write.csv(stock_database_1980_1996_quartiled_mc_table,"stock_database_1980_1996_quartiled_mc_table.csv")
write.csv(stock_database_1997_2018_quartiled_mc_table,"stock_database_1997_2018_quartiled_mc_table.csv")
write.csv(stock_database_1980_1996_quartiled_feps_table,"stock_database_1980_1996_quartiled_feps_table.csv")
write.csv(stock_database_1997_2018_quartiled_feps_table,"stock_database_1997_2018_quartiled_feps_table.csv")
```

